Application of Bayesian Statistics in Hydraulic Flow Units Modeling and Permeability Prediction (A case study Carbonate Reservoir in SW Iran)

Arian Ahmadi, M. Abdideh
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Abstract

The determination of rock types for petrophysical studies has a wide range of applications. It is widely used in drilling, production, and especially in the study and characterization of reservoirs. Zoning of flow units and permeability estimation is one of the challenging tasks of reservoir studies, which uses the integration of data from well logs and analysis of the core. In this study, a Bayesian theory-based statistical modeling method is proposed to identify hydraulic flow units in coreless wells using the concept of hydraulic flow unit and then permeability estimation. In the flow zone indicator (FZI) method, the formation is divided into five hydraulic flow units. In the Winland R35 ethod, however, it is divided into four hydraulic flow units. The Bayesian statistical model divides the existing complex carbonate reservoir rock data into three hydraulic flow units with the most probability of similarity. The second and third hydraulic flow units have closer properties compared to the first hydraulic unit. The Bayesian method-based permeability estimation modeling has acceptable precision, and validation of its results with core data indicates a precision factor of 0.96. The findings of this study can help in better understanding of the concept of flow units and more effective estimation of the permeability of the rocks of the heterogeneous carbonate reservoir.
贝叶斯统计在水力流动单元建模及渗透率预测中的应用(以伊朗西南部碳酸盐岩储层为例)
岩石物理研究中岩石类型的确定具有广泛的应用。它广泛应用于钻井、生产,特别是储层的研究和表征。流体单元分区和渗透率估算是储层研究中具有挑战性的任务之一,这需要将测井数据和岩心分析相结合。本文提出了一种基于贝叶斯理论的统计建模方法,利用水力流量单元的概念识别无芯井的水力流量单元,进而估算渗透率。在流动区指示法(FZI)中,地层被划分为5个水力流动单元。然而,在Winland R35方法中,它被分为四个液压流量单元。贝叶斯统计模型将现有复杂碳酸盐岩储层数据划分为相似概率最大的3个水力流动单元。与第一液压单元相比,第二和第三液压流量单元具有更接近的性能。基于贝叶斯方法的渗透率估算模型精度可接受,用岩心数据验证其精度因子为0.96。研究结果有助于更好地理解流动单元的概念,更有效地估计非均质碳酸盐岩储层岩石的渗透率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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